Mathematical diagrams from manuscript to print: examples from the Arabic Euclidean transmission

Synthese 186 (1):21-54 (2012)
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Abstract

In this paper, I explore general features of the “architecture” (relations of white space, diagram, and text on the page) of medieval manuscripts and early printed editions of Euclidean geometry. My focus is primarily on diagrams in the Arabic transmission, although I use some examples from both Byzantine Greek and medieval Latin manuscripts as a foil to throw light on distinctive features of the Arabic transmission. My investigations suggest that the “architecture” often takes shape against the backdrop of an educational landscape. The constraints of the economic marketplace and cultural aesthetic ideals also appear to play a role in determining the “architecture” of both manuscripts and early printed editions.

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References found in this work

The Shaping of Deduction in Greek Mathematics: A Study in Cognitive History.Reviel Netz - 1999 - Cambridge and New York: Cambridge University Press.
Prologue.[author unknown] - 1987 - Utopian Studies 1:1-9.
Greek Mathematical Diagrams: Their Use and Their Meaning’.R. Netz - 1998 - For the Learning of Mathematics 18:33-39.
Simplicius's proof of euclid's parallels postulate.A. I. Sabra - 1969 - Journal of the Warburg and Courtauld Institutes 32 (1):1-24.

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